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Centrifugal Pumps Design and Application 2nd ed - Val S. Lobanoff, Robert R. Ross (Butterworth-Heinemann, 1992)

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6 <strong>Centrifugal</strong> <strong>Pumps</strong>: <strong>Design</strong> <strong>and</strong> <strong>Application</strong><br />

Figure 1-4. Unstable or hook<strong>ed</strong> head capacity curve.<br />

ble or hook<strong>ed</strong> curves (Figure 1-4) where the maximum develop<strong>ed</strong> head is<br />

at some flow greater than zero are undesirable in applications where multiple<br />

pumps operate in parallel. In such applications, zero flow head may<br />

be less than system head, making it impossible to bring a second pump on<br />

line. It is also possible for pumps to deliver unequal flow with the discharge<br />

pressure from one pump determining the flow rate from another.<br />

These legitimate reasons have result<strong>ed</strong> in many specifications forbidding<br />

the use of unstable curves for any application. This is most unfortunate as<br />

in many instances such curves are perfectly suitable. More importantly,<br />

pumps with unstable curves will develop more head <strong>and</strong> be more efficient<br />

than their continuously rising counterparts. It should be not<strong>ed</strong> that<br />

this tendency of instability is normally confin<strong>ed</strong> to the lower range of<br />

specific spe<strong>ed</strong>s. As specific spe<strong>ed</strong> increases, the H-Q curve becomes<br />

more stable. Specific spe<strong>ed</strong> is defin<strong>ed</strong> in Chapter 2, <strong>and</strong> design parameters<br />

to correct instability in the low specific spe<strong>ed</strong> range will be discuss<strong>ed</strong><br />

in Chapter 3.<br />

Pump Spe<strong>ed</strong><br />

Pump spe<strong>ed</strong> may be suggest<strong>ed</strong> by the user to match electric frequency<br />

or available driver spe<strong>ed</strong>. The pump manufacturer, however, has the ulti

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